ВХОД | РЕГИСТРАЦИЯ

Задача №23.29

Условие

Квадрат ABCD со стороною 2a м вращается вокруг стороны AB с постоянной угловой скоростью ω=π√2 рад/с. Вдоль диагонали AC совершает гармоническое колебание точка M по закону ξ=acos(πt/2) м. Определить величину абсолютного ускорения точки при t=1 с и t=2 с.

Решение





Предыдущая задача №28
Прямоугольник ABCD вращается вокруг стороны CD с угловой скоростью ω=π/2 рад/с=const. Вдоль стороны AB движется точка M по закону ξ=asin(πt/2) м. Даны размеры: DA=CB=a м. Определить величину абсолютного ускорения точки в момент времени t=1 с.
Следующая задача №30
Стержень OA вращается вокруг оси z, проходящей через точку O, с угловым замедлением 10 рад/с2. Вдоль стержня от точки O скользит шайба M. Определить абсолютное ускорение шайбы в момент, когда она находится на расстоянии 0,6 м от точки O и имеет скорость и ускорение в движении вдоль стержня соответственно 1,2 м/с и 0,9 м/с2, если в этот момент угловая скорость стержня равна 5 рад/с.
Источник: Решебник Мещерского 12 класс
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1.1
1.2
1.3
1.4
1.5
2.1
2.2
2.3
2.4
2.5
2.6
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2.9
2.10
2.11
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3.1
3.2
3.3
3.4
3.5
3.6
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4.1
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5.1
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6.1
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8.1
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9.1
9.2
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10.1
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11.1
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12.1
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17.1
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18.1
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19.1
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20.1
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22.1
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23.1
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24.1
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24.34
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25.1
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26.1
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26.35
27.1
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27.48
27.49
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27.55
27.58
27.59
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27.61
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27.63
27.64
27.65
28.1
28.2
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28.5
28.6
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29.1
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30.1
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31.1
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31.25
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31.34
31.35
32.1
32.2
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32.4
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32.6
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32.11
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32.35
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32.107
33.1
33.2
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34.1
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35.1
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36.1
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37.1
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38.1
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39.1
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40.1
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41.1
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42.1
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43.1
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44.1
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45.3
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46.1
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47.1
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48.1
48.5
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48.48
48.49
49.1
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53.5
53.12
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54.1
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54.32
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54.35
55.2
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56.3
56.7
56.9

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